I want solution in Microsoft Excel with table and graph not in python.

"Consider the Galton Board design in Sheet $14.$ Notice that this design yields a fairly

symmetric distribution at the end. Your task is to come up with another Galton Board

design that may also generate asymmetric distributions:

While your design is able to generate symmetric distributions, it should also be

able to generate asymmetric $($i$.$e$.,$ skewed$)$ distributions

More importantly, the degree of asymmetry must be controllable within the

design"